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Soft Symmetric Difference-Plus Product by busrayd23 is a document available to read on EtoBox.
The research article presents a novel binary operation called the soft symmetric difference-plus product, defined on soft sets with group-structured parameter domains. It rigorously axiomatizes this operation, exploring its fundamental properties such as closure, associativity, and compatibility with soft subsethood and equality. The findings contribute to the algebraic framework of soft set theory and lay the groundwork for a generalized soft group theory, with potential applications in decision-making and
- Author
- busrayd23
- Language
- EN